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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [7, -1]], 4, 2], [[[2, -1], [3, 1], [5, 1], [7, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1], [7, -1]], 3, 3], [[[2, -1], [3, 1], [5, -1], [7, -1]], 4, 3], [[[2, 1], [3, 1], [5, 1], [7, -1]], 4, 4], [[[2, 1], [3, -1], [5, -1], [7, -1]], 5, 2], [[[2, 1], [3, -1], [5, 1], [7, -1]], 2, 2], [[[2, -1], [3, -1], [5, 1], [7, 1]], 3, 3], [[[2, -1], [3, -1], [5, -1], [7, 1]], 4, 4], [[[2, 1], [3, -1], [5, -1], [7, 1]], 3, 2], [[[2, 1], [3, -1], [5, 1], [7, 1]], 4, 4], [[[2, -1], [3, 1], [5, 1], [7, 1]], 4, 2], [[[2, -1], [3, -1], [5, 1], [7, -1]], 4, 3], [[[2, 1], [3, 1], [5, 1], [7, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, 1]], 4, 2], [[[2, 1], [3, 1], [5, -1], [7, 1]], 5, 2]], 'ALdims': [2, 4, 5, 3, 4, 2, 3, 5, 4, 3, 4, 4, 3, 4, 4, 4], 'Nk2': 16800, 'analytic_conductor': 33.53716884893776, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [4200, 1, [3151, 2101, 2801, 1177, 3601], [1, 1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 913, 'dim': 58, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19, 23], 'hecke_orbit_code': 33558632, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3], 'label': '4200.2.a', 'level': 4200, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 1008, 'mf_new_dim': 58, 'num_forms': 43, 'plus_dim': 24, 'prim_orbit_index': 1, 'relative_dim': 58, 'sturm_bound': 1920, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [58, 0, 0, 0, 0, 0, 0, 0, 58, 0, 0, 0, -4, 0, 0, 0, -4, 0, 0, 0, 2, 0, -8, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, -4, 0, 8, 0, -44, 0, 8, 0, 0, 0, 32, 0, 58, 0, -16, 0, -12, 0, 0, 0, 0, 0, 16, 0, -44, 0, 0, 0, 0, 0, -24, 0, 0, 0, 40, 0, -20, 0, 0, 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mf_subspaces • Show schema
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id: 974512
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '75.2.a', 'sub_level': 75, 'sub_mult': 8, 'weight': 2}
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id: 974486
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 18, 'weight': 2}
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id: 974488
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 16, 'weight': 2}
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id: 974492
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 16, 'weight': 2}
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id: 974495
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 12, 'weight': 2}
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id: 974496
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 6, 'weight': 2}
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id: 974499
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 12, 'weight': 2}
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id: 974501
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 16, 'weight': 2}
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id: 974502
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 8, 'weight': 2}
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id: 974505
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 9, 'weight': 2}
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id: 974506
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 12, 'weight': 2}
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id: 974508
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '56.2.a', 'sub_level': 56, 'sub_mult': 6, 'weight': 2}
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id: 974511
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '70.2.a', 'sub_level': 70, 'sub_mult': 12, 'weight': 2}
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id: 974514
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '84.2.a', 'sub_level': 84, 'sub_mult': 6, 'weight': 2}
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id: 974480
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '100.2.a', 'sub_level': 100, 'sub_mult': 8, 'weight': 2}
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id: 974482
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '105.2.a', 'sub_level': 105, 'sub_mult': 8, 'weight': 2}
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id: 974483
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '120.2.a', 'sub_level': 120, 'sub_mult': 4, 'weight': 2}
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id: 974485
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '140.2.a', 'sub_level': 140, 'sub_mult': 8, 'weight': 2}
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id: 974487
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '150.2.a', 'sub_level': 150, 'sub_mult': 6, 'weight': 2}
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id: 974489
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '168.2.a', 'sub_level': 168, 'sub_mult': 3, 'weight': 2}
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id: 974490
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '175.2.a', 'sub_level': 175, 'sub_mult': 8, 'weight': 2}
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id: 974491
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '200.2.a', 'sub_level': 200, 'sub_mult': 4, 'weight': 2}
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id: 974494
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '210.2.a', 'sub_level': 210, 'sub_mult': 6, 'weight': 2}
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id: 974497
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '280.2.a', 'sub_level': 280, 'sub_mult': 4, 'weight': 2}
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id: 974498
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '300.2.a', 'sub_level': 300, 'sub_mult': 4, 'weight': 2}
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id: 974500
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '350.2.a', 'sub_level': 350, 'sub_mult': 6, 'weight': 2}
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id: 974504
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '420.2.a', 'sub_level': 420, 'sub_mult': 4, 'weight': 2}
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id: 974507
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '525.2.a', 'sub_level': 525, 'sub_mult': 4, 'weight': 2}
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id: 974509
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '600.2.a', 'sub_level': 600, 'sub_mult': 2, 'weight': 2}
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id: 974510
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '700.2.a', 'sub_level': 700, 'sub_mult': 4, 'weight': 2}
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id: 974513
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '840.2.a', 'sub_level': 840, 'sub_mult': 2, 'weight': 2}
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id: 974481
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '1050.2.a', 'sub_level': 1050, 'sub_mult': 3, 'weight': 2}
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id: 974484
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '1400.2.a', 'sub_level': 1400, 'sub_mult': 2, 'weight': 2}
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id: 974493
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '2100.2.a', 'sub_level': 2100, 'sub_mult': 2, 'weight': 2}
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id: 974503
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4200.2.a', 'level': 4200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 58, 'sub_label': '4200.2.a', 'sub_level': 4200, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '4200.2.a', 'level': 4200, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 4181000
{'hecke_orbit_code': 33558632, 'n': 1, 'trace_an': 58}
-
id: 4181001
{'hecke_orbit_code': 33558632, 'n': 2, 'trace_an': 0}
-
id: 4181002
{'hecke_orbit_code': 33558632, 'n': 3, 'trace_an': 0}
-
id: 4181003
{'hecke_orbit_code': 33558632, 'n': 4, 'trace_an': 0}
-
id: 4181004
{'hecke_orbit_code': 33558632, 'n': 5, 'trace_an': 0}
-
id: 4181005
{'hecke_orbit_code': 33558632, 'n': 6, 'trace_an': 0}
-
id: 4181006
{'hecke_orbit_code': 33558632, 'n': 7, 'trace_an': 0}
-
id: 4181007
{'hecke_orbit_code': 33558632, 'n': 8, 'trace_an': 0}
-
id: 4181008
{'hecke_orbit_code': 33558632, 'n': 9, 'trace_an': 58}
-
id: 4181009
{'hecke_orbit_code': 33558632, 'n': 10, 'trace_an': 0}
-
id: 4181010
{'hecke_orbit_code': 33558632, 'n': 11, 'trace_an': 0}
-
id: 4181011
{'hecke_orbit_code': 33558632, 'n': 12, 'trace_an': 0}
-
id: 4181012
{'hecke_orbit_code': 33558632, 'n': 13, 'trace_an': -4}
-
id: 4181013
{'hecke_orbit_code': 33558632, 'n': 14, 'trace_an': 0}
-
id: 4181014
{'hecke_orbit_code': 33558632, 'n': 15, 'trace_an': 0}
-
id: 4181015
{'hecke_orbit_code': 33558632, 'n': 16, 'trace_an': 0}
-
id: 4181016
{'hecke_orbit_code': 33558632, 'n': 17, 'trace_an': -4}
-
id: 4181017
{'hecke_orbit_code': 33558632, 'n': 18, 'trace_an': 0}
-
id: 4181018
{'hecke_orbit_code': 33558632, 'n': 19, 'trace_an': 0}
-
id: 4181019
{'hecke_orbit_code': 33558632, 'n': 20, 'trace_an': 0}
-
id: 4181020
{'hecke_orbit_code': 33558632, 'n': 21, 'trace_an': 2}
-
id: 4181021
{'hecke_orbit_code': 33558632, 'n': 22, 'trace_an': 0}
-
id: 4181022
{'hecke_orbit_code': 33558632, 'n': 23, 'trace_an': -8}
-
id: 4181023
{'hecke_orbit_code': 33558632, 'n': 24, 'trace_an': 0}
-
id: 4181024
{'hecke_orbit_code': 33558632, 'n': 25, 'trace_an': 0}
-
id: 4181025
{'hecke_orbit_code': 33558632, 'n': 26, 'trace_an': 0}
-
id: 4181026
{'hecke_orbit_code': 33558632, 'n': 27, 'trace_an': 0}
-
id: 4181027
{'hecke_orbit_code': 33558632, 'n': 28, 'trace_an': 0}
-
id: 4181028
{'hecke_orbit_code': 33558632, 'n': 29, 'trace_an': -36}
-
id: 4181029
{'hecke_orbit_code': 33558632, 'n': 30, 'trace_an': 0}
-
id: 4181030
{'hecke_orbit_code': 33558632, 'n': 31, 'trace_an': 0}
-
id: 4181031
{'hecke_orbit_code': 33558632, 'n': 32, 'trace_an': 0}
-
id: 4181032
{'hecke_orbit_code': 33558632, 'n': 33, 'trace_an': 0}
-
id: 4181033
{'hecke_orbit_code': 33558632, 'n': 34, 'trace_an': 0}
-
id: 4181034
{'hecke_orbit_code': 33558632, 'n': 35, 'trace_an': 0}
-
id: 4181035
{'hecke_orbit_code': 33558632, 'n': 36, 'trace_an': 0}
-
id: 4181036
{'hecke_orbit_code': 33558632, 'n': 37, 'trace_an': -4}
-
id: 4181037
{'hecke_orbit_code': 33558632, 'n': 38, 'trace_an': 0}
-
id: 4181038
{'hecke_orbit_code': 33558632, 'n': 39, 'trace_an': 8}
-
id: 4181039
{'hecke_orbit_code': 33558632, 'n': 40, 'trace_an': 0}
-
id: 4181040
{'hecke_orbit_code': 33558632, 'n': 41, 'trace_an': -44}
-
id: 4181041
{'hecke_orbit_code': 33558632, 'n': 42, 'trace_an': 0}
-
id: 4181042
{'hecke_orbit_code': 33558632, 'n': 43, 'trace_an': 8}
-
id: 4181043
{'hecke_orbit_code': 33558632, 'n': 44, 'trace_an': 0}
-
id: 4181044
{'hecke_orbit_code': 33558632, 'n': 45, 'trace_an': 0}
-
id: 4181045
{'hecke_orbit_code': 33558632, 'n': 46, 'trace_an': 0}
-
id: 4181046
{'hecke_orbit_code': 33558632, 'n': 47, 'trace_an': 32}
-
id: 4181047
{'hecke_orbit_code': 33558632, 'n': 48, 'trace_an': 0}
-
id: 4181048
{'hecke_orbit_code': 33558632, 'n': 49, 'trace_an': 58}
-
id: 4181049
{'hecke_orbit_code': 33558632, 'n': 50, 'trace_an': 0}
-
id: 4181050
{'hecke_orbit_code': 33558632, 'n': 51, 'trace_an': -16}
-
id: 4181051
{'hecke_orbit_code': 33558632, 'n': 52, 'trace_an': 0}
-
id: 4181052
{'hecke_orbit_code': 33558632, 'n': 53, 'trace_an': -12}
-
id: 4181053
{'hecke_orbit_code': 33558632, 'n': 54, 'trace_an': 0}
-
id: 4181054
{'hecke_orbit_code': 33558632, 'n': 55, 'trace_an': 0}
-
id: 4181055
{'hecke_orbit_code': 33558632, 'n': 56, 'trace_an': 0}
-
id: 4181056
{'hecke_orbit_code': 33558632, 'n': 57, 'trace_an': 0}
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id: 4181928
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id: 4181930
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id: 4181931
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id: 4181932
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id: 4181933
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id: 4181934
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id: 4181935
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id: 4181936
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id: 4181937
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id: 4181938
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id: 4181939
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id: 4181940
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id: 4181941
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id: 4181942
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id: 4181943
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id: 4181944
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id: 4181945
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id: 4181946
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id: 4181947
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id: 4181948
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id: 4181949
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id: 4181950
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id: 4181951
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id: 4181952
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id: 4181953
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id: 4181954
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id: 4181955
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id: 4181956
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id: 4181957
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id: 4181958
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id: 4181959
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id: 4181960
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id: 4181961
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id: 4181962
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id: 4181963
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id: 4181964
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id: 4181965
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id: 4181966
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id: 4181967
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id: 4181968
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id: 4181969
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id: 4181970
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id: 4181971
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id: 4181972
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id: 4181973
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id: 4181974
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id: 4181975
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id: 4181976
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id: 4181977
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id: 4181978
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id: 4181979
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id: 4181980
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id: 4181981
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id: 4181982
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id: 4181983
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id: 4181984
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id: 4181985
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id: 4181986
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id: 4181987
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id: 4181988
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id: 4181989
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id: 4181990
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id: 4181991
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id: 4181992
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id: 4181993
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id: 4181994
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id: 4181995
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id: 4181996
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id: 4181997
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id: 4181998
{'hecke_orbit_code': 33558632, 'n': 999, 'trace_an': 0}
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id: 4181999
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